{"item":"j007","mode":"real-only","speed":{"n":512,"seconds":2.263350290711969,"markets_per_s":226.21332725255846,"processes":3,"steps":10000,"mean_edge":531.4390394676441,"compilation_excluded":true,"seeds":[910000,910511]},"gates":{"A":{"passed":true,"sequences":50,"swap_callbacks":100000,"max_fee_diff_bps":5.7471258602809216e-05,"threshold_bps":0.01,"seeds":[310000,310049],"callback_origin":"First 2000 callbacks recorded while running each complete 10000-step T3 replica market; no synthetic trades."},"B":{"passed":true,"mean_diff":1.920372244773669,"se":0.04445924198500627,"n":512,"seeds":[7232768,7233279],"reference_real_gain":2.0,"tolerance":0.15,"cg_mean":532.1771014688561,"T_mean":530.2567292240826},"C":{"passed":true,"max_fee_diff_bps":5.7471258602809216e-05,"threshold_bps":0.1,"sequences":50,"swap_callbacks":100000,"scope":"Same unchanged T3 Solidity and supplied port as gate A; no new candidate in real-only mode."}},"search_settings":{"method":"CMA-ES (pycma 4.x) over 219 = 178 head weights + 41 constants","start":"T3's frozen 178 head weights and 41 constants","weights":"w = w0 + 0.03 * rms(block) * z, blocks W1,b1,W2,b2","constants":"c = c0 * 2^(0.02 z), exponent clipped to [-1,1]; decays d = 1-(1-d0)*2^(0.02 z); ELAPSED_CAP, DIR_IMPACT_MULT, STEP_COUNT_CAP, ANCHOR_COUNT_CAP rounded","population":32,"es_seed":807,"sigma0":0.5,"sigma_cap":"sigma0 * 0.5^(minutes/40)","train":"512 fresh markets per generation shared by population and T, from seed 1942000000 up, at most 2000000","train_seed_range":null,"fitness":"mean edge minus T on the generation markets","generations":0,"search_minutes":0,"monitor":"CMA mean on seeds 30000000..30002047 at start and every 5 minutes; best monitored point frozen","setting":"E","executed":false,"reason":"Measured warmed 512-market speed below 500 markets/s; step 3 real-only branch applies."},"curve":[],"holdout":{"over_T":null,"over_base":null,"reason":"Search-only holdout not run in the explicitly required real-only branch."},"real":{"protocol":"Each arm alone against 30 bps VanillaStrategy, amm_sim_rs.run_batch(X, VanillaStrategy, configs, 8). Config draw order/ranges match MatchRunner._build_configs with RNG seed = market seed. No real seed reused within either arm.","comparison":"T3 minus HA","units":"Y-denominated trade edge per market; fee-differential gates alone use bps","blocks":[{"seeds":[8724000,8725023],"n":1024,"mean_diff":1.428108981774716,"se":0.026646742758385772,"sum":1462.383597337309,"sumsq":2832.2562950642964,"wins":983,"ties":0,"worst5":[{"seed":8724475,"diff":-1.896307168624503},{"seed":8724791,"diff":-1.1886438181343237},{"seed":8724533,"diff":-1.0806226989393508},{"seed":8724600,"diff":-0.8033644288980781},{"seed":8724182,"diff":-0.7323540136410998}],"means":{"t3":537.0781374117356,"ha":535.6500284299609},"retail_delta":null,"arb_delta":null,"retail_volume_y_delta":{"mean":956.2763663887577,"se":14.629164437738826,"n":1024},"arb_volume_y_delta":{"mean":454.3332516209506,"se":6.948598393933857,"n":1024},"edge_decomposition_subset":{"seeds":[8724008,8725023],"n":1016,"retail_delta":{"mean":0.7610572330761496,"se":0.028490296714781635,"n":1016},"arb_delta":{"mean":0.6638363452613036,"se":0.014909878909299708,"n":1016},"paired_total":{"mean":1.424893578337454,"se":0.026700671009482146,"n":1016},"max_reconciliation_error":1.7053025658242404e-13,"method":"Supplied decomposition harness: constant-product reconstruction from previous post-step spot and fees, current fair price; retail = total - reconstructed arb. Correct per-arm initial fee supplied.","missing_seeds":[8724000,8724007],"missing_reason":"First eight T3 markets saved total edge, volumes and gas but not step data. They were not rerun, preserving one evaluation per real seed per arm."},"paired_deltas_zb64":"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","paired_deltas_encoding":"1024 little-endian float64 T3-minus-HA edge differences, ascending seeds 8724000..8725023, zlib then base64","paired_deltas_sha256":"7b27f1476942b9a9d9abea164fca0c1f6e6cbadc39f962076626ffd0eb3f6d31"}],"second_block":"Not applicable: step 3 specifies one 1024-seed T3-vs-HA block in real-only mode; step 5 concerns a searched candidate vs 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7QVuaOByQuHMWsfFmtkOACxHEoShfLpVnYVbGmZVco5Tg2ywhJVy5i5OqGlWKTJheMPrijKtT5QXqnhnAsxd75+AutHjbk/yBrHbbine6H+OxrqbVmCbfFzJb/4DQp6h0dByUgIPuoTYrWm0mxrKv78ieRxskUSqTZQXvW0JH2WPBHeqrQbyNWH1q5n+y/SP3wJbBMrp0qOog1y7YCI7Voc0fHFh4ecox0Z8k7LgydU6QTncYkRfmhQzJSBcAO9OztI3kfmFujgKRHAbHSyPRyUriKMvgsXF2g2/W7mBrHd6z8ne6y8LW94I/poJNq5PZIzcj60uHJ1y51xpC0pYXGsoYWBiBTUjI/91Fth/xzDOrVYoUkFdXUWy02dTX/6JX/2vCJozVmMcNi8mmzxiR0Vqw+VjhbsFxVkKzuWdnDZrwGMIzMPCNYQ+4AmQR6Qe+mmM8h0xuL/FXO4njFalxB1Y+lTF6szKDtTVU2NfJinPd5/u4SS0XC5FAspVTzxWpWTC/NPJPnSB2my6jTSZwUb1WrfgfyoAPZgtD5lgXaNbVcTmhBeCeYp0sBN10IoNyqctgj1hdqhFCs15tZORlOoAAXPjFh4wLf894sjMkfSOw29WaFsllu6nU3kQNZwQBlXIyrKeBp2h3I+YbAHFUEreo+Dot104N36ukcGxtYXHGjaxyOYLCdgQU2X3USFRhJU2DmA9I71oGpETYWe+DRHZIUMwzq7RHJP3leohGZo2Nz2s/oW6cCn/2TXHBMJ2Fr74u6WrSHTf8mjXYabqAdtdd0fLvR1ldjWNVB1F6T7rPR5WZ9p7ojYHfa63ndAMaBRtIWqK+QyPdufUPSLi9tTODox12OtCcRUpVGXqQmJQwcUXtqmtuoHLY9qfGR6NFJUzIUJZ3E9/sTJpFaK8XatzQ8V16rXfNpU0ztBfAtDXSqOrJb2cpI8LVp1GLp92eu2dYtIwnhO/pHEVxNAMNIrYT6EqF8bWq6p8laK/kNDxZfVOfbVZwTxpfVR3TKx7IZZ52Lal4WK+env2+KyQo4fnP4yLhrWdx8Lien85u7xarJvNIP7tHQajN/XRbzZrbeBO8bLRfgt/XckdVe39jZgDjyMpL4JpLdXYdhC1lAli8p9DWpMAKWn4fq276BzTEYVpAwHh7I56HAsAVSM87TNOBakNWVI+htd65VSBGjY8G58hyi0kQ1HHhKsdIsy3PKcGdCykiWulBpqT+KjRASsoxkESUpybM8ziM7kXjWO/vXKtg1R7TOqV97td7vYrQrOCbpFquKp5wXfHIVIPQs7GGnziU4Cj4/xP2FQRqv9jvJP3izcrZYffXmX1qBK6YRDVNgM8ljSlgc0m1ZpdDkV9PFQ2M3SZ/dCMeOrywcNJA9JnMjGdOpjxbDwh6oGUhY9t4JyJceu4NAThofz0squ6uaXaimLQ5pNB09Ctu7nGN2phJz84IT+zJXc4fhSszvxyoES9DYFX5bU064Q3AxF5kpnwbM+ZYXex5LT0imFKIJ/BzIIsegcmWMxVd8DK5b0aGgUosDw+ZbF9NNd7K9G+j1fGZZfbyrOxNe2IadhQPtHZ40WrdalTcwxPtVYRNouxKMUOzRNvHNqvUax5CSFXLgBn4nT8M4ZCwEL0Zi3LHCGPPdclU4QLStf1nqGy10v7q42ekbH6/xNyEMiXDrUF8IZfe4jc/N0Cn49bnBBWzFpWCCilbDhkldj7kTVyWBZyZUqpEW+LalNR2GlWeIaNhvJut5z6LqoXD3cxQQKAOvF0ddRPMvv5NM7Ovg+yKgorBUt9hbY/6W/o68pOOefNGnFo2OORXlpI+5mUJ4vlGBGZwqvmumy50aWAa44Q1Y5D/FEsUcyvuOG4jTNGYYYHIS0zAjKevx4gKBcqbcv4Ilq/T3QODUqkAYw+1/JGGE5GBMELNaeM0VTKlIzRpmQ23QDX69ab9EoxL/huLtSL53F99A/2RP24urErkjOb7lG6WbPUXKrTY79wI9e6Z9rrFBL2hYoj/bW/ECTZir+dcVLrUJKiS42kUWNPmcb37TG+8CPRjQqVpgJW6+hlPb7gI5mjNIUSTgH6vzDR2tOcOGLN/IeUzVsFOsQ0PaZmLl3JPzsrw/VGsh0+m7Vbleb1alnRQ2Q9pjEaT/kJDmcHcotoSZWLhZb0rHsqcGF4MqhaQDLldUHAPF9efyQWme2kEYSLxaDOa2RMlWUSNoRmm+Q03GfPbJ2J7UWj4WCzgNpe1gOlYbqqSUkdjW9L/aU8VrjER3TsTbULxZI1vnzIONxNWMTcgTmnlspQ+c87TszHtmDq8uRaCnA7uLjH1DTmziig/bHYN/RYBvPLp2sEgcxkyAgbczHdBp//KuutWdtPepBhpTTweKmh8VsVA0SAPHrnBXD3DCe3TcdNK1SKikKx92Ddq7AVRri3wY2YSeqPKhXd6dreqbBGs3sJ2cNvEdcmT5o+Q8rrzcvfEE43QKNs93W5jTiXytV/JbzCr9CanDD64aR65VeD07KdFvy615veeLxVqrRut8gZkg9iRZ7ZUVAycOFOWihd2UKnZjtOdWHYrV4HItBEuv3lWAfjCn2J7sV28g+i3hcXB9s5gtsfYVZDG/VvXd5XSxLAdjuXzQ3brd3u+maX4MZSFXIbr7uU2U2/30f9BGD9n/F064yH727IkLonyhXDkQSQWooDZivWbWkKiKHLN1iK2xf4EWhw2qgQab5mEXW4v4rfjSLr6OYWjKtvYz7fZTY+oLovObuxKHbg7/AOOs0BxmqRx4B3f37ZOSREPimpNRYzQDtsmQd6LHISOrVZG37yRPaTM2IOUU69MAqQEo8+OnASYGoMoZ/UfA9DrynZWzOFKWXStheTRfkTTxSeOBYiDECH8oX+Z3Pu+X+LfflDrxmINsIwJoxvSEAstzKzRD/uBshpm8t9d4n6It+YfOPJVERlTid+ANW0VujTXV3VhPRXmm23WdWCqLk3kjBoSwZm5vR8LvMzcGU+k3xl99hIGkH3z/iVoploSda7kS9ROWdJFvsnYfw0yzcW6qdoOZRmPsT3RXTluV5YZFd2Vmqn5r++rTtmI8feuFD4WGXcFXkAvz9r1HzEoIRz7seCnNwoQykuH+C0Sw6w2GKWFRHm/junyARuM8iZgFHYVxFqXRNu7Lhx0visKUZDkhJgIWxmGSbROIfEB4RoD6uAXPUpL4W+bu5MOORwnwKrGAo5gRsk3A8gEaz2gcJzSJDXiSZa6e3y5W+viRN6+Ow8N5dURy+N3ddWXHwp0NoKl59WFElSsR78e0z/gssKNhG27YC9hNYaUae3fjQD0VfNfLXVlMoAVXKi67N25MRuQC/u7deIe411BMwMJwxcLOdu+KbYA61ZiPj9C9hGA/g/l4JJG8Pv2NHyaDL/IRviv3Nh/7/pZB4bwwMBZPw1j4T9mkZhwvVPMqxuFCObXSbAg6lmNfseDq/dk/M2ycRjQmkOQBMkTNU4tD83CivX/WOG2oj2OZxwyNhUrjdGFncVIdDGvW+5uDYJ0lVyM5VMcBVYpemL4WV3Htw4BCE7sroV98scef7+rDaTN9/k/NZimNLqwDgD3J6Jif68cj6irmeainUZ5DypQ6lwUF9m926TfEk5M8JxQdxWBIwPmFuK6HmS7ODw2ymNCE8hIiSoY0TeKU8aJIFEHDjMUCLpa1ojjCWx14GRVlCYtTmvKSRNYigCwjOS9LJbI4DuM040WZrJZEeRolohpToCwEPydIy2UZS6KYCjpIqOplJEplmewCpUkmsZFI0UuymClY1Qma4eFjUUaNjlHRfaK7EQHVuaCZpLpveERdlMmOQHeB3bIedAQSKfci7uDbEfjIb+CU1VBn8K3xud/c7nbM92Lg3Ru8H998VAssAkJoFImijgIMSRpGDOSCGpBFcZJlpgJA5IsyYipAFJKIJLGlABmoY5hYCkCSjLLQlP8wwhieWwpAU5pniSl/CqEztMUfZzSVYmCKhpzlrCX7NItaomfA7IhasidJEhFmy54kIYZcS/R5SEliSZ5ADhDloSX5GDKNJLLknoa54peSepglLMz/UqlDipOmOc0suUMhZCL9kqcxDYmUPCExwBNT9HGWpGmWWsZPIJXKo8wUfgZWyFJT9nkMws9N0QPLQxaHtu1neCNKZsqehGjoxBQ+gVQuk1xXpp+yKJXaJqWP69xK0Er6WRIp4rXrisM8zizhQ7KYZLbZx+BYEmLLHrxIGqW21UcJ90G21QMlodIlpb/gHYhS4L9KAXIKXpzZ4icZRIgk7RM/S9MIxITShwQzykJT+EMSMwZ+wZQ+CQn4/sQUPuRvYGG5bfngIGhmuf4h3sEg2SLZl6dxxEzhA2qWmKLPGKNSDlLyKAVb8CABIh2W4fEzDD626CErT1lsiZ5kacgyS/QRbgCzzX5IwN3R2LZ7AqEN/GBL9AmoamSLngHFafTXmn4ahxCnLNHHeNUJN0G3y6dgjCkRhg/+HXTHlH2Ct7EwU/KUgZVLK1Tci9KWw88zmkgb0byD0Juzlt0TgncZmaIfpuBGZZDOtGLlLElN6UONJLcCfhyxluwjvFsrbZs9pWEr3AMRMKIjtt1DLiT9kRZ+BiWxbfdRlII+UFv2DARkWz2FUehfLfk4hPCc5pbo0f/EWZ/kI4IOVhg9uNY0lXLWtgMxIGSWzwfusTy1jJ7EGd6/Y4ofUjudKSqnCTaSS4NQ8RIieZ4SU/YJpFOxLXoIKJRmlujBimLL7sHwE0v0cQahPbclD7lMknQkn+FlS5bkwUlmytVRLT4Wt9O8jIHHYLbkIchESrtUB9BL5ariXyV8YGXCTcsM+EBiFMZ90oeULAInKHJ9YEKYJ6b0MQeACGwHfHAjtvAzcKUy51FeExxGSKyAn9GMEjvVg9QB72mzcn1I6ilpxfsIGojsVB9SNnAulvwhwqjBBNHkA6nE9vuQhOOwo60CIea5dsIHnU9oRFu+H3hMUtv+oQ1IZmwlyCEwEmopAb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CG"}},"sources":{"T3":"https://api.imdnotdead.fun/artifacts/2333ecf28d4356bd232b85c1e55842e94e1ada05e1cd067830b5625dfdbc5336","CG":"https://api.imdnotdead.fun/artifacts/ebbd90c663c396598965b23341aea97a4501b4c971db183a8fe94a880f399979","replica":"https://api.imdnotdead.fun/artifacts/e8a7a2af9039c24b8bb2d3b5fa1c9113606cbf5a480ac07d02ca26750f1752ea","HA":"https://api.imdnotdead.fun/artifacts/2801efc8190e86318dd922d4a7179f63684d77a226047fc2f3c78232963eb690","T":"https://api.imdnotdead.fun/artifacts/6ac5e013b7b1fb4c5e7bdcdfec0aba28b16824e18ccf39500f258533879faffe","decomposition":"https://api.imdnotdead.fun/artifacts/33f54e81f3372088e9eced52c0174f310ac348af98ef5727b73785c088679194"},"verified_hashes":{"artifact_downloads":{"T3":"2333ecf28d4356bd232b85c1e55842e94e1ada05e1cd067830b5625dfdbc5336","CG":"ebbd90c663c396598965b23341aea97a4501b4c971db183a8fe94a880f399979","replica":"e8a7a2af9039c24b8bb2d3b5fa1c9113606cbf5a480ac07d02ca26750f1752ea","HA":"2801efc8190e86318dd922d4a7179f63684d77a226047fc2f3c78232963eb690","T":"6ac5e013b7b1fb4c5e7bdcdfec0aba28b16824e18ccf39500f258533879faffe","decomposition":"33f54e81f3372088e9eced52c0174f310ac348af98ef5727b73785c088679194"},"T3_code":"cb6d945511e1e10af78baa64c2a6cb25806f0998403ce6440654bfc3c70092d9","CG_port":"b29cd2a078b4c3fc57945a79e927624dd346c44d8cc149dae43f4929aa6d736b","replica_source":"1e4c44b4bffbdeed65872ee15d46dbde209bf5aa11014329d13d100507b4040c","HA_code":"99e3a2eceae0e5543d27473859e10b005d0ce0aa7067f2e1a24d1e0e4a7390fe","T_code":"ebd9de9bf6af6e55d5e308fd15dbb88edec11fd684891d02a30aec185acd19b3","wheel":"aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a","checkout":"6b6921f8d463314aa7c96234e1be25a25245f704"},"notes":["Pinned setup completed and StarterStrategy validation passed. All supplied artifact and decoded source hashes checked before use.","No port rebuilt: supplied CG port inserted into supplied replica STRATEGY block, with only T3 parameter values substituted and Numba caching enabled.","Warmed replica speed uses all three affinity-visible cores and 512 full 10000-step markets; timed run excludes compilation and includes pool creation.","Real-only mode required by measured speed. No CMA-ES training, new candidate or search curve is claimed. Frozen code and params are T3 unchanged.","All reported new measurements are local to this run, not copied from upstream historical performance.","Total real paired edge, gas and volume statistics cover all 1024 seeds. Full-block retail/arb edge split is unavailable (null); separately labeled reconstruction subset covers 1016 pairs.","No leaderboard placement or top-10 achievement inferred from these local paired measurements."],"reproduction_zb64":"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","reproduction_format":"zlib-compressed UTF-8 JSON filename-to-source map, base64; run from pinned checkout after supplied setup, artifacts saved under 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","frozen_replica_usage":"Import as a module and pass packed W from params, as shown in speed.py.","frozen_replica_sha256":"fb4f80c6f0c498b0344741a2d20ba9a3de566d2f58bd67f7a2f7894deda1693a"}
